On Fri, Sep 28, 2007 at 08:14:45AM -0500, Luke Tierney wrote:
[...]
> [...] A related issue is that user-defined
> assignment functions always see a NAMED of 2 and hence cannot modify
> in place. We've been trying to come up with a reasonable solution to
> this, so far without success but I'm moder
Duncan Murdoch wrote:
> On 9/28/2007 7:45 AM, Petr Savicky wrote:
>
>> On Fri, Sep 28, 2007 at 12:39:30AM +0200, Peter Dalgaard wrote:
>>
> ...
>
>>> Longer-term, I still have some hope for better reference counting, but
>>> the semantics of environments make it really ugly -- an envi
On Fri, 28 Sep 2007, Luke Tierney wrote:
> On Fri, 28 Sep 2007, Petr Savicky wrote:
[...]
>> This leads me to a question. Some of the tests, which I did, suggest
>> that gc() may not free all the memory, even if I remove all data
>> objects by rm() before calling gc(). Is this possible or I must
On 9/28/2007 7:45 AM, Petr Savicky wrote:
> On Fri, Sep 28, 2007 at 12:39:30AM +0200, Peter Dalgaard wrote:
...
>> Longer-term, I still have some hope for better reference counting, but
>> the semantics of environments make it really ugly -- an environment can
>> contain an object that contains
On Fri, 28 Sep 2007, Petr Savicky wrote:
> On Fri, Sep 28, 2007 at 12:39:30AM +0200, Peter Dalgaard wrote:
> [...]
>>> nrow <- function(...) dim(...)[1]
>>> ncol <- function(...) dim(...)[2]
>>>
>>> At least in my environment, the new versions preserved NAMED == 1.
I believe this is a bug in the
On Fri, Sep 28, 2007 at 12:39:30AM +0200, Peter Dalgaard wrote:
[...]
> >nrow <- function(...) dim(...)[1]
> >ncol <- function(...) dim(...)[2]
> >
> >At least in my environment, the new versions preserved NAMED == 1.
> >
> Yes, but changing the formal arguments is a bit messy, is it not?
Specif
Petr Savicky wrote:
> Thank you very much for all the explanations. In particular for pointing
> out that nrow is not a .Primitive unlike dim, which is the
> reason for the difference in their behavior. (I rised the question
> of possible bug due to this difference, not just being unsatisfied
> wit
Thank you very much for all the explanations. In particular for pointing
out that nrow is not a .Primitive unlike dim, which is the
reason for the difference in their behavior. (I rised the question
of possible bug due to this difference, not just being unsatisfied
with nrow). Also, thanks for:
On
1) You implicitly coerced 'a' to be numeric and thereby (almost) doubled
its size: did you intend to? Does that explain your confusion?
2) I expected NAMED on 'a' to be incremented by nrow(a): here is my
understanding.
When you called nrow(a) you created another reference to 'a' in the
evalu
Petr Savicky wrote:
> On Wed, Sep 26, 2007 at 10:52:28AM -0700, Byron Ellis wrote:
>
>> For the most part, doing anything to an R object result in it's
>> duplication. You generally have to do a lot of work to NOT copy an R
>> object.
>>
>
> Thank you for your response. Unfortunately, you a
In my previous email, I sent the example:
> a <- matrix(as.integer(1),nrow=14100,ncol=14100) # 774m
> a[1,1] <- 0 # 3.0g
> gc() # 1.5g
This is misleading. The correct version is
a <- matrix(as.integer(1),nrow=14100,ncol=14100) # 774m
a[1,1] <- as.integer(0) # 1.5g
gc() # 774m
So, t
On Wed, Sep 26, 2007 at 10:52:28AM -0700, Byron Ellis wrote:
> For the most part, doing anything to an R object result in it's
> duplication. You generally have to do a lot of work to NOT copy an R
> object.
Thank you for your response. Unfortunately, you are right. For example,
the allocated memo
For the most part, doing anything to an R object result in it's
duplication. You generally have to do a lot of work to NOT copy an R
object.
On 9/26/07, Petr Savicky <[EMAIL PROTECTED]> wrote:
> I have a C function, which performs a transformation
> of a large integer matrix. The matrix may be of
I have a C function, which performs a transformation
of a large integer matrix. The matrix may be of size 1.6GB,
so I can have only one copy in RAM and have to modify it
in place. This is possible using .Call and works fine. For
debugging, I need two copies of a smaller matrix and modify only
one o
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